be a monic polynomial so that there exists another real coefficients 
that satisfy![\[P(x^2-2)=P(x)Q(x)\]](http://latex.artofproblemsolving.com/6/9/7/697faa929e4fda7a6e9b1cd97849bd42ffc14306.png)
Determine all complex roots that are possible from 
with exactly 9 elements that is subset of 
.
is an empty subset.
is 
and 
.
to 
is 
and 
.
and 
is 
.
is 
is tangent to the 
kawaii if it satisfies 
is the number of integers not more than 
Y by Adventure10, Mango247
Let 
and 
be the tangents to a circle 
drawn from a point 
(
and 
lie on the circle). A line passing through cuts at 
and 
, with B between and such that 
. If 
is the intersection point of 
and 
, calculate the ratio 
.
and 
be the tangents to a circle 
drawn from a point 
(
and 
lie on the circle). A line passing through cuts at 
and 
, with B between and such that 
. If 
is the intersection point of 
and 
, calculate the ratio 
.This post has been edited 1 time. Last edited by parmenides51, Jul 26, 2019, 9:10 PM
Reason: typo
Reason: typo
